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[/img] [br][size=200] = r فإن قيمة [/size]
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[/img] [br][br] cot[math]\theta[/math]= قيمة [/size]
[size=200][math]sin300^{\circ}=[/math][color=#0000ff] أوجد القيمة الدقيقة للزاوية [br][/color][/size] ([color=#900000]ملاحظة يجب رسم الزاوية ومعرفة اين يقع ضلع الانتهاء لها[/color]) [br][color=#ff00ff] ( معرفة الزاوية المرجعية للزاوية 300)[br][/color] أو [color=#ff0000]كل جميل ظريف جته عروسة[/color] [color=#00ff00]ASTC [/color] لا تنسى